The expression is simplified to give 2 ( m² + m + 2Im ) = 0
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How to simplify the expression</h3>
Given the expression;
(1+m)²= (1-m)²+ 4lm,
Expand the expression
( 1 +m) ( 1 + m) = ( 1 + m) ( 1 - m) + 4Im
1 + m + m + m² = 1 - m + m - m² + 4Im
collect like terms
1 + 2m + m² = 1 - m² + 4Im
1 - 1 + m² + m² + 2m + 4Im
2m² + 2m + 4lm = 0
simplify
2 ( m² + m + 2Im ) = 0
Thus, the expression is simplified to give 2 ( m² + m + 2Im ) = 0
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Answer: 8x - 1
Step-by-step explanation:
Answer:
x is to the side y is up so you´d put A on 4 side 9 up
Step-by-step explanation:
Step-by-step explanation:
2/3×1/4
:- 1/6 square feet per hour
3 1/5 = y - 12/25
Make 3 1/5 an improper fraction.
16/5 = y - 12/25
Add 12/25 to both sides.
16/5 + 12/25 = y
Make a common denominator.
80/25 + 12 / 25 = y
92 / 25 = y
3 17/25 = y
Hope this helps!